Infinite-Dimensional Systems Induced by Continuous-Time Difference Equations

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发表日期：

2025年

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Liangliang Li,
Yu Huang,
Goong Chen

摘要

Let I be a closed interval in \(\mathbb {R}\) , C([0, 1], I) be the space of continuous functions from [0, 1] to I, and f be a continuous map from I into itself. That is, (I, f) is a one-dimensional discrete dynamical system.

Let I be a closed interval in \(\mathbb {R}\) , C([0,&#xa0;1],&#xa0;I) be the space of continuous functions from [0,&#xa0;1] to I, and f be a continuous map from I into itself. That is, (I,&#xa0;f) is a one-dimensional discrete dynamical system.

Infinite-Dimensional Systems Induced by Continuous-Time Difference Equations

摘要

Let I be a closed interval in \(\mathbb {R}\) , C([0, 1], I) be the space of continuous functions from [0, 1] to I, and f be a continuous map from I into itself. That is, (I, f) is a one-dimensional discrete dynamical system.